00:01
So finding the anti -derivative can be a little bit tricky because it requires us to think almost backwards from how we normally solve the anti -derivative.
00:08
But the nice thing about finding the antiderivative is the fact that we already kind of understand how to check our work by taking the derivative.
00:15
So what i mean by that is if i have, for example, f of x equals x cubed or, yeah, x cubed.
00:29
Now, we know that the derivative of this would be 3x squared, but the anti -derivist.
00:32
Is a little bit more challenging.
00:35
However, there's a common rule that we do, which is in the same way that when we take the derivative of example, x cubed, we bring the exponent out in front and then subtract one from the exponent, making this 3x squared.
00:52
We do the opposite, basically, order, and the opposite operation...